Bachelor Mathematics (621 [3] - Version 2014)

Informationsveranstaltung für Erstsemestrige findet am 01.10.201 um 09:45 im HS 4 (Oskar-Morgenstern-Platz 1) statt. Mehr Infos dazu unter http://mathematik.univie.ac.at/mathe-studieren/infos-fuer-erstsemestrige/

GHM Introductory and Orientation Period (15 ECTS)

EXAM Introduction to mathematical methodology / school mathematics

250015 VO 7 ECTS STEOP: Introduction to mathematical methodology

Grohs, Mo 09:45-11:15 (5×), Tu 09:45-11:15 (5×), Tu 11:30-13:00 (5×), We 09:45-11:15 (5×), Th 09:45-11:15 (4×)

250016 UE 4 ECTS STEOP: Introduction to computer infrastructure

1 Ammann-Silvaggio, Mo 16:45-18:15 (14×)

2 Ammann-Silvaggio, We 15:00-16:30 (14×)

3 Ammann-Silvaggio, We 16:45-18:15 (14×)

4 Ammann-Silvaggio, Th 15:00-16:30 (13×)

EHM Introduction to university level mathematics (18 ECTS)

250011 VO 5 ECTS Introduction to analysis

Constantin, Tu 09:45-11:15 (10×), Tu 11:30-13:00 (5×), Th 09:45-11:15 (10×)

250012 UE 4 ECTS Tutorials "Introduction to analysis"

1 Haziot, Th 08:00-09:30 (13×), Th 10.01. 13:15-14:45, Fr 01.02. 13:15-16:30

2 Fischer, Fr 09:45-11:15 (12×)

3 Fischer, Fr 11:30-13:00 (12×)

4 Schichl, We 13:15-14:45 (15×)

5 Schichl, Tu 08:00-09:30 (15×)

6 Fulmek, Tu 13:15-14:45 (15×)

250013 VO 5 ECTS Introduction to linear algebra and geometry

Hörmann, Mo 09:45-11:15 (10×), We 09:45-11:15 (8×), Tu 11:30-13:00 (5×), We 28.11. 11:30-13:00

250014 UE 4 ECTS Tutorials "Introduction to linear algebra and geometry"

1 Hörmann, Mo 08:00-09:30 (15×)

2 Summerer, We 13:15-14:45 (15×)

3 Summerer, Tu 13:15-14:45 (15×)

4 Kunzinger, Fr 13:15-14:45 (11×)

5 Kunzinger, Th 11:30-13:00 (13×)

6 Hörmann, We 08:00-09:30 (15×)

ANA Analysis (11 ECTS)

LAG Linear algebra and analytical geometry (12 ECTS)

250037 VO 3 ECTS Linear algebra and geometry 2

Schichl, We 11:30-13:00 (15×)

ZTH Number theory (5 ECTS)

PRO Programming (5 ECTS)

HAN Advanced analysis (10 ECTS)

250017 VO 6 ECTS Advanced analysis and elementary differential geometry

Bot, Mo 09:45-11:15 (15×), Tu 09:45-11:15 (15×)

250018 UE 4 ECTS Tutorials on advanced analysis and differential geometry

1 Bot, Mo 13:15-15:00 (15×)

2 Bot, Mo 17:45-19:15 (15×)

3 Donninger, We 15:00-16:30 (15×)

4 Donninger, Tu 14:15-15:45 (15×)

5 Merino Aceituno, Th 16:45-18:15 (14×)

NUM Numerical analysis (10 ECTS)

250023 VO 7 ECTS Numeric mathematics 1

Ehler, Mo 11:30-13:00 (15×), Tu 11:30-13:00 (15×), Fr 03.05. 16:45-18:45

250024 UE 3 ECTS Tutorials for "Numeric mathematics 1"

1 Charina, Tu 08:00-09:30 (13×)

2 Huyer, Fr 09:00-10:30 (12×)

3 Huyer, Fr 10:45-12:15 (12×)

4 Ehler, Tu 09.10. 16:45-18:15, Tu 17:00-18:30 (12×)

KAN Complex analysis (5 ECTS)

250019 VO 3 ECTS Complex analysis

Hofbauer, We 09:45-11:15 (15×)

250020 UE 2 ECTS Tutorials on complex analysis

1 Fulmek, We 13:15-14:00 (15×)

2 Fulmek, We 14:15-15:00 (15×)

3 Raith, Tu 13:15-14:00 (15×)

4 Raith, Tu 14:00-14:45 (15×)

PTS Probability and statistics (10 ECTS)

DMA Discrete mathematics (5 ECTS)

DGL Differential equations (14 ECTS)

250009 VO 5 ECTS [en] Partial differential equations

Scherzer, We 11:30-13:45 (15×)

250010 UE 2 ECTS Tutorials on partial differential equations

1 Scherzer, Tu 16:00-16:45 (15×), Fr 01.02. 13:15-16:00

2 Scherzer, We 17:00-17:45 (15×), Fr 01.02. 13:15-16:00

3 Mercier, We 15:15-16:00 (15×)

4 Mercier, We 16:15-17:00 (15×)

ALG Algebra (14 ECTS)

250003 VO 5 ECTS Algebra 2

Auinger, Mo 15:00-16:30 (15×), Mo 16:45-17:30 (15×)

250002 UE 2 ECTS Tutorials for "Algebra 2"

1 Fischer, Th 15:00-15:45 (14×)

3 Auinger, Tu 16:45-17:30 (14×)

4 Auinger, Tu 17:45-18:30 (14×)

MIK Mathematics in the sciences and society (3 ECTS)

250021 VO 3 ECTS History of mathematics and logics

Baxa, Tu 13:15-14:45 (15×)

250022 KO 3 ECTS The art of problem solving

Summerer, Mo 09:00-10:30 (15×), Tu 16.10. 09:45-11:15

TFA Topology and functional analysis (12 ECTS)

250025 VO 3 ECTS Introduction to topology

Cap, Th 09:45-11:15 (14×), Th 08:00-09:30 (2×)

250026 UE 2 ECTS Tutorials "Introduction to topology"

1 Bruin, Tu 14:00-14:45 (15×)

2 Bruin, We 09:00-09:45 (15×)

3 Cap, Mo 09:45-10:30 (14×)

4 Cap, Mo 10:30-11:15 (14×)

BAS Bachelor seminar with thesis (10 ECTS)

250004 SE 8 ECTS Bachelor seminar

1 Teschl, Fr 12:15-16:00 (12×), Fr 30.11. 13:15-16:30

2 Burde, Fr 12:00-16:30 (12×)

3 Grobner, Fr 12:30-17:00 (12×)

250125 SE 8 ECTS Bachelor seminar (BEd/Math) for secondary school teacher accreditation programme

1 Haller, Fr 09:45-13:30 (5×), Fr 13:30-16:30 (5×), Fr 23.11. 13:15-16:30

2 Rainer, Fr 09:45-13:30 (6×), Fr 13:30-17:15 (6×)

3 Rainer, Th 09:45-13:30 (6×), Th 13:30-17:15 (6×)

WLO Mathematical logic (optional module) (7 ECTS)

250061 VO 5 ECTS Basic concepts of mathematical logic

Müller, Th 14:15-15:00 (14×), Fr 16:45-18:15 (12×)

250067 UE 2 ECTS Tutorials "Introduction to basics concepts of mathematical logic"

1 Müller, Fr 15:00-16:30 (11×)

2 Koelbing, Th 13:15-14:00 (14×)

WFM Applied mathematics: finance (optional module) (7 ECTS)

250006 VO 5 ECTS Financial mathematics

Cuchiero, Mo 11:30-12:15 (14×), Tu 11:30-13:00 (13×)

250005 UE 2 ECTS Tutorials on financial mathematics

Cuchiero, Mo 12:15-13:00 (14×)

WST Stochastics (optional module) (7 ECTS)

WAS Applied mathematics: statistics (optional module) (7 ECTS)

250058 VU 7 ECTS Applied statistics

Neumaier, Tu 09:45-11:15 (15×), We 09:45-11:15 (15×)

WGO Applied mathematics: graph theory and discrete optimization (optional module) (7 ECTS)

WBS Applied mathematics: biomathematics and game theory (optional module) (7 ECTS)

250059 VU 7 ECTS Biomathematics and game theory

Hofbauer, Mo 13:15-14:45 (15×), Th 11:30-13:00 (14×), Th 07.02. 11:30-13:30

WDG Classical differential geometry (optional module) (7 ECTS)

WCG Applied mathematics: algorithmic geometry (optional module) (7 ECTS)

WOP Applied mathematics: optimization (optional module) (7 ECTS)

WKR Applied mathematics: cryptography (optional module) (7 ECTS)

WMO Applied mathematics: modelling (optional module) (7 ECTS)

WND Applied mathematics: numerical methods for differential equations (optional module) (7 ECTS)

Additional Optional module (7 ECTS)

Non curricula lecture

250001 KO 0 ECTS Previor Lecture 0 ECTS

Eichmair

Last modified: Fr 11.01.2019 00:31